The Trews - Wikipedia
from Antigonish, Nova Scotia, consisting of vocalist Colin MacDonald, guitarist John-Angus MacDonald, bassist Jack Syperek, and drummer Theo Mckibbon. The
from Antigonish, Nova Scotia, consisting of vocalist Colin MacDonald, guitarist John-Angus MacDonald, bassist Jack Syperek, and drummer Theo Mckibbon. The
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We study certain $q$-difference raising operators for Macdonald polynomials (of type $A_{n-1}$) which are originated from the $q$-difference-reflection operators introduced in our previous paper. These operators can be regarded as a $q$-difference...
Aug 8, 2003 · o Alexander MacDonald – no true record that he survived the American War, however, there was an oral history that said he remained in the Windsor area (unconfirmed) o James …
Aug 8, 2003 · o Alexander MacDonald – no true record that he survived the American War, however, there was an oral history that said he remained in the Windsor area (unconfirmed) o James …
We introduce certain raising and lowering operators for Macdonald polynomials (of type $A_{n-1}$) by means of Dunkl operators. The raising operators we discuss are a natural $q$-analogue of raising operators for Jack polynomials introduced by L.Lap...
The paper compares (and reproves) the alcove walk and the nonattacking fillings formulas for type $GL_n$ Macdonald polynomials which were given in Haglund-Haiman-Loehr arXiv:math.CO/0601693, Alexandersson arXiv:1602.05153 and Ram-Yip arXiv:0803.1146....
This paper is a supplement to Guo-Ram arXiv:2104.02942, containing examples, remarks and additional material that could be useful to researchers working with Type $GL_n$ Macdonald polynomials. In the course of our comparison of the alcove walk formul...
Mike Macdonald just did what no other coach in NFL history has ever done. By leading the Seattle Seahawks to Super Bowl LX, he has become the first head coach to reach the big game without ever playin...
Will Macdonald (born 1966) is a British television producer, executive and writer who first became known for his association with Chris Evans with whom
We study the space, $R_m$, of $m$-symmetric functions consisting of polynomials that are symmetric in the variables $x_{m+1},x_{m+2},x_{m+3},\dots$ but have no special symmetry in the variables $x_1,\dots,x_m$. We obtain $m$-symmetric Macdonald polyn...
We establish a connection between (degenerate) nonsymmetric Macdonald polynomials and standard bases and dual standard bases of maximal parabolic modules of affine Hecke algebras. Along the way we prove a (weak) polynomiality result for coefficient...
Amy Elizabeth Macdonald (born 25 August 1987) is a Scottish singer-songwriter. In 2007, she released her debut studio album, This Is the Life, which produced
We show that the wreath Macdonald polynomials for $\mathbb{Z}/\ell\mathbb{Z}\wrΣ_n$, when naturally viewed as elements in the vertex representation of the quantum toroidal algebra $U_{\mathfrak{q},\mathfrak{d}}(\ddot{\mathfrak{sl}}_\ell)$, diagonali...
Danielle Louise Macdonald (born 19 May 1991) is an Australian actress. After moving to America at the age of 18 to pursue her career, she made her acting
For any 4d N=2 SCFT, there is a subsector described by a 2d chiral algebra. The vacuum character of the chiral algebra reproduces the Schur index of the corresponding 4d theory. The Macdonald index counts the same set of operators as the Schur index,...
Kelly Macdonald (born 23 February 1976) is a Scottish actress. Known for her performances on film and television, she has received various accolades including
This is a slightly edited translation of a paper in Dutch which appeared in Nieuw Archief voor Wiskunde (5) 25 (2024), No.2, 87-90 on the occasion of I.G. Macdonald's death in 2023, and aimed at a very broad mathematical audience. First we review som...
A modern food ordering application built with React Native (Expo), featuring smooth animations and gestures. (⭐ 19)
The Bistritzer-MacDonald (BM) model, introduced in \cite{Bistritzer2011}, attempts to capture the electronic properties of twisted bilayer graphene (TBG), even at incommensurate twist angles, by an effective periodic model over the bilayer moiré pat...